Consider a pure exchange 2x2 edgeworth box economy model where Consumer A has (strictly) monotonic preferences over good Y and is otherwise indifferent between any levels of good X.
Consumer B has (strictly) monotonic preferences over good X and is otherwise indifferent between any levels of good Y. If each consumer is endowed with 1 unit of good x and 2 units of good y, then what is the ratio of the price of prices, Px/Py, that will clear both markets when the consumers individually solve the UMP?
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